搜索资源列表
classicle
- 用古典显式和古典隐式格式计算偏微分方程初值解，抛物型方程解-Classical explicit and classical implicit scheme to calculate the partial differential equation initial value solution of parabolic equations
C-N
- 用Crank-Nicolson差分格式计算抛物型方程初值问题的解，偏微分方程解-Throw the diffusion equation initial value problem solution, calculated with the Crank-Nicolson Difference Scheme for Partial Differential Equations
numerical-algorithms-of-PDE
- 用来计算偏微分方程的matlab算法,是不错的内容。-algorithms of PDE written by matlab.
case1ADI
- 偏微分方程求解，交错方向法，一个典型的例子程序-Partial Differential Equations, staggered direction method, a typical example of the program
Euler
- 利用欧拉法对一阶微分方程进行数值计算。可在源代码中修改所需要计算的微分方程。-Euler method the numerical calculation of first order differential equations. Need to calculate the differential equations can be modified in the source code.
RK_4
- 利用四阶RK方法对一阶微分方程进行数值计算。计算结果精度可控。-The fourth-order RK method for numerical calculation of the first order differential equations. Calculation precision is controlled.
NR_C301
- 数值计算方法，包括插值和拟合、数值微分和数值积分、求解线性方程组的直接法和迭代法、 计算矩阵特征值和特征向量和常微分方程数-Numerical methods, including interpolation and fitting, numerical differentiation and numerical integration of direct methods and iterative methods for solving linear equations, computing
hyperbolicequationsnumericalsolution
- 微分方程课程设计 (双曲型方程数值解)一阶双曲型方程的差分格式 Lax_Wendroff，Lax-Friedrichs，Courant_Isaacson_Rees-Differential equations course (hyperbolic equations numerical solution) first-order hyperbolic equations, differential format Lax_Wendroff Lax-Friedrichs,, Courant_Isaa
bvp4chuang
- 此程序是由matlab函数中。bvp4c的应用，用于解决微分方程的边值问题，有利于学生，或工程师来应用-This program is designed by the matlab function. bvp4c application used to solve the differential equations of the boundary value problem, benefit students, or engineer applications
PDE
- 偏微分方程数值解应用于迭代学习控制，包含几个程序-Partial differential equations numerical solution used for the iterative learning control contains several programs
Variable-coefficient-differential
- 本文章详细讲解了变系数微分方程的解法，对微分初学者很有意义-it is very useful for the learner to use this article to delt with Differential Equations
nonlinear-equations
- 各种偏微分方程和方程组计算方法的实现方式和计算原理-Way to achieve a variety of partial differential equations and equations method and calculation principles
C_exponential
- 随机偏微分方程的数值模拟，EM算法， 及其收敛阶分析-numerical simulation of stochastic partial differential equations
111
- 用来求解偏微分方程数值解法，利用了有限元解法。-Used to solve a partial numerical solution of differential equation, using the finite element method.
differentialcalculation
- 微分方程计算程序，方便计算，性能强大,通用性强。-This program is designed for differential equation calculation.
EX_4_RK4
- 采用四阶Runge-Kutta算法求一阶常微分方程的初值问题,参考，施吉林等编著《计算机数值方法》，第五章第二节，2-2，四阶Runge-Kutta算法.-Four Order Runge-Kutta (RK4)
Numerical-differential-equations
- 学习完了微分方程的数值解之后，使用Visual c++实现的微分方程的数值解的程序。-After learning over the numerical solution of differential equations, the use program Visual c++ achieve the numerical solution of differential equations.
physics
- c实现物理中微分方程的数值解，有五个实际例子作说明-c achieve the numerical solution of differential equations in physics, there are five practical examples for illustration
LUTriDiagonal
- 求解一维的微分方程，其中涉及到三对角矩阵的特殊的LU分解，基于fft思想的求解（但是并没应用fft），以及共对两个微分方程进行了求解。-Solving differential equations of one-dimensional, which involves tridiagonal matrix special LU decomposition, based on the the fft thinking of solving (but no application fft), as w
rugekuta
- 龙格库塔方法，用于解微分方程的fortran程序-Runge-Kutta method for solving differential equations fortran program